On the number of triangular embeddings o
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M. J. Grannell; M. Knor
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Article
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2011
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John Wiley and Sons
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English
β 159 KB
## Abstract We prove that for every prime number __p__ and odd __m__>1, as __s__ββ, there are at least __w__ face 2βcolorable triangular embeddings of __K__~__w, w, w__~, where __w__ = __m__Β·__p__^__s__^. For both orientable and nonorientable embeddings, this result implies that for infinitely many